Huang J P, Wang Z W, Holm C
Max Planck Institute for Polymer Research, Ackermannweg 10, 55128 Mainz, Germany.
Phys Rev E Stat Nonlin Soft Matter Phys. 2005 Jun;71(6 Pt 1):061203. doi: 10.1103/PhysRevE.71.061203. Epub 2005 Jun 30.
The structure of a ferrofluid under the influence of an external magnetic field is expected to become anisotropic due to the alignment of the dipoles into the direction of the external field, and subsequently to the formation of particle chains due to the attractive head to tail orientations of the ferrofluid particles. Knowledge about the structure of a colloidal ferrofluid can be inferred from scattering data via the measurement of structure factors. We have used molecular-dynamics simulations to investigate the structure of both monodispersed and polydispersed ferrofluids. The results for the isotropic structure factor for monodispersed samples are similar to previous data by Camp and Patey that were obtained using an alternative Monte Carlo simulation technique, but in a different parameter region. Here we look in addition at bidispersed samples and compute the anisotropic structure factor by projecting the q vector onto the XY and XZ planes separately, when the magnetic field was applied along the z axis. We observe that the XY-plane structure factor as well as the pair distribution functions are quite different from those obtained for the XZ plane. Further, the two-dimensional structure factor patterns are investigated for both monodispersed and bidispersed samples under different conditions. In addition, we look at the scaling exponents of structure factors. Our results should be of value to interpret scattering data on ferrofluids obtained under the influence of an external field.
在外加磁场的影响下,铁磁流体的结构预计会由于偶极子沿外加磁场方向排列而变得各向异性,随后由于铁磁流体颗粒头对尾的吸引取向而形成颗粒链。关于胶体铁磁流体结构的知识可以通过测量结构因子从散射数据中推断出来。我们使用分子动力学模拟来研究单分散和多分散铁磁流体的结构。单分散样品的各向同性结构因子的结果与Camp和Patey之前使用另一种蒙特卡罗模拟技术在不同参数区域获得的数据相似。在这里,我们还研究了双分散样品,并在沿z轴施加磁场时,分别将q矢量投影到XY和XZ平面上,计算各向异性结构因子。我们观察到,XY平面结构因子以及对分布函数与XZ平面获得的结果有很大不同。此外,还研究了单分散和双分散样品在不同条件下的二维结构因子模式。此外,我们还研究了结构因子的标度指数。我们的结果对于解释在外加磁场影响下获得的铁磁流体散射数据应该是有价值的。